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1. I. Variable II. Relationship among variables III. Hypothesis and theory 2.

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Presentation on theme: "1. I. Variable II. Relationship among variables III. Hypothesis and theory 2."— Presentation transcript:

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2 I. Variable II. Relationship among variables III. Hypothesis and theory 2

3  “A variable is anything that can take on different values” (Marczyk, DeMatteo, & Festinger, p. 3 & 42).  Williams (1986) defines a variable as “an observable characteristic of an object or event that can be described according to some well-defined classification or measurement scheme” (p. 4). 3

4  Bolton and Parker (1992) define a variable as “characteristics of persons or things that can take on two or more values” (p. 341).  A variable is an object, event, idea, feeling, time period, or any other type of category you are trying to measure. 4

5  A key element is that variables refer to characteristics that are not fixed but are able to vary, that is, to take on more than one value.  For example, the word “green” would not be a variable but “shades of green” could be a variable.  “One inch” is not a variable, however, “length”, which could be operationally defined as the number of inches as measured by a ruler would be a variable. 5

6  Variable is simply, something that varies.  Specifically, variables represent persons or objects that can be manipulated, controlled, or merely measured for the sake of research.  Variation: How much a variable varies. Those with little variation are called constants. 6

7  A variable is a measured concept.  There can be more than one variable for a single concept. 7

8  Quantitative Variables  Discrete Variables  Continuous Variables  Qualitative or Categorical Variables 8

9  A variable that can be measured numerically is called a quantitative variable. The data collected on a quantitative variable are called quantitative data. 9

10  A variable whose values are countable is called a discrete variable. In other words, a discrete variable can assume only certain values with no intermediate values.  Example: A household could have:  three children or six children, but not 4.53 children.  two or three cars, but not 2.5 cars. 10

11  A variable that can assume any numerical value over a certain interval or intervals is called a continuous variable.  Example: A person can be:  5.7 inches tall, & 80.1 kg in weight 11

12  A variable that cannot assume a numerical value but can be classified into two or more nonnumeric categories is called a qualitative or categorical variable. The data collected on such a variable are called qualitative data. 12

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14 Independent variable: cause or influence Independent variable: “Variable that is believed to cause or influence the dependent variable". influenced by Dependent variable: “Variable that is influenced by the independent variable". 14

15  These variables are ones that are more or less controlled.  Scientists manipulate these variables as they see fit.  They still vary, but the variation is relatively known or taken into account.  Often there are many in a given study. 15

16  Dependent variables are not controlled or manipulated in any way, but instead are simply measured or registered.  These vary in relation to the independent variables, and while results can be predicted, the data is always measured.  There can be any number of dependent variables, but usually there is one to isolate reason for variation. 16

17 IV Intentionally manipulated Controlled Vary at known rate Cause DV Intentionally left alone Measured Vary at unknown rate Effect 17

18  The dependent variable is placed on the y- axis  The independent variable is placed on the x- axis. 18

19  An antecedent variable is a variable that occurs before the independent variable and the dependent variable. 19

20  Variable held constant in order to assess or clarify the relationship between two other variables. In the example below, sex is a control variable. # of hours studying CGPA sex 20


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